\begin{tabular}{l*{14}{c}}
                    &\multicolumn{1}{c}{(1)}&\multicolumn{1}{c}{(2)}&\multicolumn{1}{c}{(3)}\\
                    &\multicolumn{1}{c}{\Centerstack{P(Accepts\! Interview)}}&\multicolumn{1}{c}{\Centerstack{P(Passes\! Interview)}}&\multicolumn{1}{c}{\Centerstack{P(Accepts\! Offer)}}\\
\hline
Female Job Applicant &      -.0019   &       .0084*  &       .0017   \\
                    &     (.0042)   &     (.0049)   &     (.0043)   \\
Black Job Applicant &      -.0036   &      -.0078   &       .0029   \\
                    &     (.0061)   &     (.0065)   &     (.0058)   \\
Elite School Job Applicant &       -.014** &        .046***&       -.022***\\
                    &     (.0067)   &     (.0067)   &     (.0072)   \\
Recruiter Eval      &       .0021   &        -.08***&        -.04   \\
                    &      (.026)   &       (.03)   &      (.029)   \\
Recruiter Eval$\times$ Female Applicant &        .029** &        .017   &        .025*  \\
                    &      (.014)   &      (.018)   &      (.015)   \\
Recruiter Eval$\times$ Black Applicant &       .0052   &        .033*  &       .0075   \\
                    &      (.018)   &      (.017)   &      (.014)   \\
Recruiter Eval$\times$ Elite School Applicant &        .014   &        .022   &        .019   \\
                    &      (.017)   &      (.022)   &      (.018)   \\
\hline
P(Recruiter Coeffs All Zero)&        0.15   &        0.21   &        0.26   \\
\hline Observations &        2328   &        2328   &        2328   \\
\(R^{2}\)           &        0.01   &        0.03   &        0.01   \\
\end{tabular}
